ICCAD Special Session Paper: Quantum Variational Methods for Quantum Applications

Shouvanik Chakrabarti, Xuchen You, Xiaodi Wu
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Abstract

Quantum Variational Methods are promising near-term applications of quantum machines, not only because of their potential advantages in solving certain computational tasks and understanding quantum physics but also because of their feasibility on near-term quantum machines. However, many challenges remain in order to unleash the full potential of quantum variational methods, especially in the design of efficient training methods for each domain-specific quantum variational ansatzes. This paper proposes a theory-guided principle in order to tackle the training issue of quantum variational methods and highlights some successful examples.
ICCAD特别会议论文:量子应用的量子变分方法
量子变分方法是量子机器的近期应用,不仅因为它们在解决某些计算任务和理解量子物理方面的潜在优势,而且因为它们在近期量子机器上的可行性。然而,为了释放量子变分方法的全部潜力,特别是在为每个特定领域的量子变分分析设计有效的训练方法方面,仍然存在许多挑战。本文提出了一个理论指导原则来解决量子变分方法的训练问题,并重点介绍了一些成功的例子。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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